The metric dimension of graphs is a classical topic in graph theory that has significantly increased the attention of several researchers in the last decade. This can be seen for instance while making a search query at the MathSciNet database, where about 90 percent of articles were published in the last 10 years. Reasons for this increasing interest might arise from the several applications of metric dimension topics on practical problems from areas like computer science [1]}, social networks [2]}, chemistry [3]}, and biology [4]}, among other ones. For more information on these facts we suggest the recent survey [5]}. Another reason for this might be regarding the explosion of different newly defined variations of the classical concept that are given more insight into the classical topic and between themselves. For more information and background on many of these variants, we recommend the other recent survey [6]}.
